davidebond

Si. Forse non mi sono spiegato bene. Se scrivo \footnote{testo}, mi ritrovo a piè di pagina il numero della nota in apice seguito dalla nota. Inoltre, la seconda riga della nota non è in linea con la prima. Questo accade anche usando endnotes.

Io vorrei che il numero fosse separato dalla nota e non in apice e che la nota fosse formattata per conto suo.

Grazie del link. Per le note a fondo testo, mi ero scritto un pacchetto ad hoc.

Qual’è il documento, con precisione da sistemare? Io ho provato a caricare epstopdf e sembra funzionare. In ogni caso, il tuo sistema è certamente meglio.

Grazie,

davide

Grazie. Funziona. Quello che non capisco è come mai non si compili il pezzo di file che ti ho inviato. Ho provato a compilarlo io e funziona.

Ciao,

davide

Ecco un estratto:

[code]
\documentclass[11pt,openany]{amsbook}
\usepackage{amssymb,latexsym}
\usepackage[T1]{fontenc}
\usepackage{tikz}
\usepackage{schlussnotes}
\usepackage[german,english]{babel}
\usepackage{fancyhdr}
\usepackage{simoncini}
\usepackage{etoolbox}
\usepackage{geometry}
\usepackage{graphicx}
\usepackage{amsmidx}

\makeindex{concepts}
\makeindex{pictures}

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%%%%%%%%%%%%%%%%%%%%%%%%%%% virgolette tedesche
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\geometry{twoside,paperheight=22cm,paperwidth=15.5cm,textwidth=13cm,textheight=17cm,hmargin=1.8cm,bottom=2.3cm,top=2.2cm,headsep=0.6cm,footskip=1cm}
\newcommand{\vr}{\textquotedbl}
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\usepackage{fancyhdr}
\pagestyle{fancy}
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\fancyfoot[CE,CO]{\normalsize{\thepage}}
\fancyhead[CE]{\footnotesize{\sc On the Formal Elements}}
\fancyhead[CO]{\footnotesize{\sc Ernst Schr\”oder}}
\renewcommand{\headrulewidth}{0.2pt} % and the line

\renewcommand{\footnote}{\endnote}

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% font testo

\author{Ernst Schr\”oder}
\title{\sc On the Formal Elements of the Absolute Algebra}

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\begin{document}

\thispagestyle{empty}
\begin{titlepage}
\begin{center}
{\sc Ernst Schr\”oder}\\
{\sc On the Formal Elements of the Absolute Algebra}\\
\vspace{36pt}

{\sc davide bondoni\\
(Editor)}

\newpage
\thispagestyle{empty}
{\small %
\begin{flushleft}
Author:\\
\mbox{}\\
Ernst Schr\”oder\\
(1842–1901)\\
\mbox{}\\
\mbox{}\\
Editor:\\
\mbox{}\\
davide bondoni\\
independent scholar\\
via Bersaglio, 2\\
I-25070 — Anfo (BS)\\
\mbox{}\\
E-mail:davidebond[at]yahoo[dot]it\\
Homepage:www.davidebondoni.eu
\end{flushleft}
}
\mbox{}\\
\mbox{}\\
\mbox{}\\
\noindent {\small 2010 Mathematical Subject Classification (primary; secondary): 01A55; 03-00,03G10, 06-00}\\

\noindent Key words: universal algebra, commutativity, connections, group of permutations, loop, groupoid, left/right-division, Galois, Cayley, Grassmann\\

\mbox{}\\
\vspace{60pt}
{\small %
\begin{flushright}
Front cover by\\
Lois Rottonara\\
via Planmurin, 10\\
I-39030 — La Villa (BZ)
\end{flushright}
}

\newpage

\renewcommand{\thepage}{\roman{page}}

\thispagestyle{empty}
\mbox{}\\
\vspace{70pt}
\begin{flushright}
To my dear mom,\\
and to Francesca
\end{flushright}
\newpage
\thispagestyle{empty}
\mbox{}
\newpage

\makeatletter
\newcommand{\tabularsize}{\fontsize{10}{13}\selectfont}
\makeatother

\chapter*{\sc Algebra, What Else?}
\selectlanguage{english}

\section{The Birth of a Masterwork}
\begin{flushright}
\footnotesize{The purely formal sciences,}\\
\footnotesize{logic and mathematics,}\\
\footnotesize{have to handle such relations,}\\
\footnotesize{which are or at least can be}\\
\footnotesize{independent from the determinate contents}\\
\footnotesize{and from the substance of the objects in issue}\footnote{Die rein formalen Wissenschaften, Logik und Mathematik, haben solche Relationen zu behandeln, welche unabh\”angig von dem bestimmten Inhalte, der Substanz der Objecte sind oder es wenigstens sein k\”onnen \cite[p.~1]{hankel}.}.
\end{flushright}

\mbox{}\\

\normalsize{In} the period between 1870 and 1874, Schr\”oder is teaching at the {\it Pro-} and {\it Real-} Gymnasium\footnote{In\label{ginnasio} order to explain to a non German reader what type of school the Gymnasium is, I quote from \cite[p.~333]{oxford2}: {\it The secondary school which prepares pupils for the} Abitur [the final exam at the Gymnasium]. {\it The Gymnasium is attended after the} Grundschule [primary school] {\it by the most accademically-inclined pupils. They spend nine years at this school, and during the last three years they have some choice as to which subjects they study}. In other words, the Gymnasium is attended by whose student willing to go at University.} in Baden-Baden, after having fought in the {\it French–Prussian War}. It is a lapse of time which Schr\”oder devotes to his favourite discipline, the {\it Algebra}. In 1873 he published the first volume of the {\it Handbook on Algebra}\footnote{\cite{schr73}.}, which remained unfinished, in 1874 a compendium of it\footnote{\cite{schr74}. Note that this differs from the preeceding, being adressed no more to {\it Teachers and Students}, but to students alone.} and the same year {\it On the Formal Elements of an Absolute Algebra}\footnote{\cite{schr74b}.}, which we translated here for the first time.\\
\indent The latter marks the closure of a phase focused on algebra and paths the way to the first logical investigations:
\begin{quotation}
It seems not impossible to bring to a completion the methods of logic in order that for any collection of premises we can derive its consequences with full completeness (\ldots)\footnote{See below, p.~\pageref{quoto1}.}.
\end{quotation}

\noindent Logic is seen as a consequence of the work in Algebra, as a tool to achieve what it seems impossible in the absolute algebra. For example, the question Schr\”oder puts forth near the end of this booklet is a sort of naive {\it decision problem}:\index{concepts}{Decision problem} given an algorithm $\xO_\xj$ and an equation $\alpha$ belonging to the set of those equations which were derived from $\xO_\xj$, is $\alpha$ a {\it consequence} of $\xO_\xj$ or does not? The problem Schr\”oder faces is such that in absolute algebra has not an answer; i.e. two arbitrary algebraic equations are {\it not} always confrontable, i.e. we are not able to say if the first implies the second or vice-versa:
\begin{quotation}
Until now we own no {\it directe} tool to determine with certainty if, given two arbitrary formulas (or set of formulas) belonging to absolute algebra, one implies the other, they are equivalent or they are mutually independent\footnote{See below, p.~\pageref{quoto2}. The italic is mine.}.
\end{quotation}

\end{document}
[\code]

Io avevo usato un altro trucchetto. In ogni caso, il filetto e la testata compaino, benché io metta a zero lo spessore del filetto e indichi come vuota la testata.

Grazie. Proprio quello che volevo.

Ciao,

davide

Mettiamo, invece, che le cose non siano proprio così e che mi interessi mantenere lo stesso font per i simboli comuni sia agli ambienti matematici che a quelli testuali, ma che, invece, sia ineteressato ad usare un altro font per i simboli propriamente matematici (come i segni di integrale, di sommatoria, ecc.).

Esiste una risposta a questa domanda?